Problem$-$Solving: Based on the given information, answer the following questions.

You constructed a portfolio consisting of the following$$ stocks:

Expected Return Beta $ amount invested

Stock A $4\%0\mathrm{.}5$ $$15,000$

Stock B $10\%1\mathrm{.}2$ $$10,000$

Stock C $18\%2\mathrm{.}2$ $$25,000$

$1.$ The expected return of your portfolio is $\_\_\_\%[$rounded to two decimal places$](2\text{'})$

$2.$ The portfolio beta is $\_\_\_[$Rounded to two decimal$$ places$](2\text{'})$

$3.$ Given your answer to question $2,$ is your portfolio $\_\_\_$ riskier than the market portfolio? $(1\text{'})($choose between "more" or "less"$)$

$4.$ Suppose CAPM also predicts the expected return of your portfolio is the same value as in question $1.$ Given your portfolio beta and a risk$-$free rate of $3\%,$ what would be the market risk premium? $(2\text{'})$

$\_\_\_\%[$rounded to two decimal places$]$

$4.$ Assume Mona has a retirement fund, and it has exactly the same annual return as the expected return of your portfolio. She has been making a deposit of $$500$ at the end of each month into this account for $8$ years. How much will she have in this retirement fund now? $(3\text{'})$

$ $\_\_\_\_[$Rounded to the nearest$$ cent$]$

$$Bonus: $(5$ points$)$

You plan to visit friends in Asia $6$ years later. The trip is expected to cost $$15,000$ at that time. Your parents are helping you by depositing$$ $$5,000$ today in a Certificate of Deposit, paying $5\mathrm{.}5\%$ interest annually, maturing $6$ years from now. Uncle Joe has agreed to pay for all remaining expenses. If you put Uncle$$ Joe's gift in an investment fund earning$9\%$ today for the next $6$ years, how much must he deposit today so that you reach your goal of $$15,000$ at the end of year $6?$

$ $\_\_\_\_[$Rounded to the nearest$$ cent$]$